#### Faculty Publications from 2019

Lost at Sea: Introduction to Numerical Methods through Navigation, R. Corban Harwood

#### Faculty Publications from 2017

Eigenvalue Dependence of Numerical Oscillations in Parabolic Partial Differential Equations, R. Corban Harwood

Steady and Stable: Numerical Investigations of Nonlinear Partial Differential Equations, R. Corban Harwood

#### Faculty Publications from 2016

1-65-S-Algal Blooms: Algal Blooms Threatening Lake Chapala, R. Corban Harwood

Logistics of Mathematical Modeling-Focused Projects, R. Corban Harwood

Simulating the Spread of the Common Cold, R. Corban Harwood

An Elementary Proof of Dodgson's Condensation Method for Calculating Determinants, R. Corban Harwood, Mitch Main, and Micah Donor

Oscillation-free method for semilinear diffusion equations under noisy initial conditions, R. Corban Harwood, Likun Zhang, and V. S. Manoranjan

#### Faculty Publications from 2015

Algae Population Self-Replenishment, R. Corban Harwood

Interpreting Ulysses Data Using Inverse Scattering Theory: Oblique Alfven Waves, Harry R. Wheeler, M A. Reynolds, and Robert L. Hamilton

#### Faculty Publications from 2012

Singular Points of Reducible Sextic Curves, David A. Weinberg and Nicholas J. Willis

Two Integration of Faith and Mathematics Projects for Freshmen Mathematics Majors, Nicholas J. Willis

#### Faculty Publications from 2011

Operator Splitting Method and Applications for Semilinear Parabolic Partial Differential Equations, R. Corban Harwood

Lead-Acid Battery Model Under Discharge with a Fast Splitting Method, R. Corban Harwood, Valipuram S. Manoranjan, and Dean B. Edwards

#### Faculty Publications from 2010

Singular Points of Real Sextic Curves I, David A. Weinberg and Nicholas J. Willis

#### Faculty Publications from 2009

Magnetic Hole Formation from the Perspective of Inverse Scattering Theory, Robert L. Hamilton, D A. Peterson, and S M. Libby

Singular Points of Real Quartic and Quintic Curves, David A. Weinberg and Nicholas J. Willis

#### Faculty Publications from 2008

An Evolutionary Method for the Minimum Toll Booth Problem: the Methodology, Lihui Bai, Matthew T. Stamps, R. Corban Harwood, and Christopher J. Kollmann

Modeling Algae Self-Replenishment, V. S. Manoranjan, Miguel A. Olmos Gomez, and R. Corban Harwood

#### Faculty Publications from 2003

An Exact Solution for the Dispersive Alfven Switch-on Shock, Robert L. Hamilton and C C. Wu

#### Faculty Publications from 1993

The Soliton Transform and a Possible Application to Nonlinear Alfvén Waves in Space, T Hada, Robert L. Hamilton, and C F. Kennel

Alfvén Solitons and the DNLS Equation, Robert L. Hamilton, C F. Kennel, and E Mjølhus